Let L be an algebra generated by the commuting independent nests, M is an ultra-weakly closed subalgebra of B(H) which contains alg L and phi is a norm continuous linear mapping from alg L into M. In this paper we will show that a norm continuous linear derivable mapping at zero point from Al 1 L to M is a derivation
AbstractLet A be an Archimedean f-algebra and let N(A) be the set of all nilpotent elements of A. Co...
[EN] Let ¿ be a compact Hausdorff space and let A be a C¿ -algebra. We prove that if every weak-2-...
[[abstract]]Let A be a semisimple Banach algebra with a linear automorphism σ and let δ:I→A be a ...
Let L be an algebra generated by the commuting independent nests, M is an ultra-weakly closed subalg...
AbstractIn this paper, it is shown that every norm continuous linear local derivation from an arbitr...
AbstractLet A be a subalgebra with the unit operator I in B(H), we say that a linear mapping ϕ from ...
AbstractIn this paper, it is proved that every norm continuous linear local derivation of a nest sub...
Let A be an algebra. A sequence {dn} of linear mappings on A is called a higher derivation if dn(ab)...
AbstractLet A be an operator subalgebra with the unit operator I in B(H). We say that a linear mappi...
AbstractFor an algebra A and an A-bimodule M, let L(A,M) be the set of all linear maps from A to M. ...
AbstractSuppose that A is an algebra and M is an A-bimodule. Let A be any element in A. A linear map...
AbstractWe show that a derivation of a C∗-algebra A is automatically relative bounded with respect t...
Let A be a unital algebra, δ be a linear mapping from A into itself and m, n be fixed integers. We c...
Abstract. Let be a nest and let be a subalgebra of L(H) containing all rank one operators of alg. ...
For an algebra A, an A-bimodule M, and m ∈ M, define a relation on A by RA(m,0)={(a, b) ∈A×A: amb =0...
AbstractLet A be an Archimedean f-algebra and let N(A) be the set of all nilpotent elements of A. Co...
[EN] Let ¿ be a compact Hausdorff space and let A be a C¿ -algebra. We prove that if every weak-2-...
[[abstract]]Let A be a semisimple Banach algebra with a linear automorphism σ and let δ:I→A be a ...
Let L be an algebra generated by the commuting independent nests, M is an ultra-weakly closed subalg...
AbstractIn this paper, it is shown that every norm continuous linear local derivation from an arbitr...
AbstractLet A be a subalgebra with the unit operator I in B(H), we say that a linear mapping ϕ from ...
AbstractIn this paper, it is proved that every norm continuous linear local derivation of a nest sub...
Let A be an algebra. A sequence {dn} of linear mappings on A is called a higher derivation if dn(ab)...
AbstractLet A be an operator subalgebra with the unit operator I in B(H). We say that a linear mappi...
AbstractFor an algebra A and an A-bimodule M, let L(A,M) be the set of all linear maps from A to M. ...
AbstractSuppose that A is an algebra and M is an A-bimodule. Let A be any element in A. A linear map...
AbstractWe show that a derivation of a C∗-algebra A is automatically relative bounded with respect t...
Let A be a unital algebra, δ be a linear mapping from A into itself and m, n be fixed integers. We c...
Abstract. Let be a nest and let be a subalgebra of L(H) containing all rank one operators of alg. ...
For an algebra A, an A-bimodule M, and m ∈ M, define a relation on A by RA(m,0)={(a, b) ∈A×A: amb =0...
AbstractLet A be an Archimedean f-algebra and let N(A) be the set of all nilpotent elements of A. Co...
[EN] Let ¿ be a compact Hausdorff space and let A be a C¿ -algebra. We prove that if every weak-2-...
[[abstract]]Let A be a semisimple Banach algebra with a linear automorphism σ and let δ:I→A be a ...
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